https://math.washington.edu/events/2026-05-01/dubtop-seminar-higher-real-k-theories-redshift-and-blueshift-0
DubTop Seminar Higher real K theories redshift and blueshift | Department of Mathematics |...
The \$K(n)\$-local sphere is a fundamental object of interest in chromatic homotopy theory. One may access this object by Galois descent from its separable...
https://math.washington.edu/events/2025-11-21/dubtop-seminar-synthetic-approach-detecting-v1-periodic-families
DubTop Seminar A synthetic approach to detecting v1 periodic families | Department of Mathematics |...
The stable homotopy groups of spheres are hard to calculate. Chromatic homotopy theory offers an organizational principle to sort the elements of these groups...